Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tony_Mannucci_032408_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 29 2003 |
Start Time | | 2003/10/29 13:00 |
End Time | | 2003/10/29 23:55 |
Key Words | | halloween |
Model | | BATSRUS with RCM |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -7.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 275.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Tony_Mannucci_032408_1 |
Minimum Dst Value | | -281 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIEp1bCAwOSAwMjoxNDozMiBFRFQgMjAxN3wbWGEAAAG5dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiVG9ueV9NYW5udWNjaV8wMzI0MDhfMTogQkFUU1JVU193aXRoX1JDTSBwbG90IG9mIHJobyBhbG9uZyBHT0VTLTEwIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAzLTEwLTI5VDEzOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAwMy0xMC0yOVQyMzo1NTowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjEuMDk5NTg0OTk5NSwgIm1heCI6MTcuNjQ2MTE1MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfXfC1b4AAAAEZ0FNQQAAr8g3BYrpAAA7rUlEQVR4nO3df3RU5Z34cX4ECAQwgSiBhhAEFGiw1I2cWKMGjIiQ1rRlLUpALLgoxS2uqEEiYpsi7RE3a6mkNSh7FpXarI02Auuymz0nrinFNba0RIwKFN0AUSPEblxpyffzzXN6d/rMzM38uHeeO7nv1x85Mzczdz7zee59ns+9c3/06wYAAICj+pkOAAAAoK+hwAIAAHAYBRYAAIDDKLAAAAAcRoEFAADgMAosAAAAh1FgAQAAOIwCCwAAwGEUWAAAAA6jwAIAAHAYBRYAAIDDKLAAAAAcRoEFAADgMAosAAAAh1FgAQAAOIwCCwAAwGEUWAAAAA6jwAIAAHAYBRYAAIDDKLAAAAAcRoEFAADgMAosAAAAh1FgAQAAOIwCCwAAwGEUWAAAAA6jwAIAAHAYBRYAAIDDKLAAAAAcRoEFAADgMAosAAAAh1FgATCjX78k6H/cCPLVV1+dMmVKr3N246OTIudA38DKBq+g6++rwrVsUrS4G0EWFhY+//zzRj46KXKeLEgm7LF8JFS/UNz+xOnTp587d86aIo+nTZuWdF2DhH3vvfemp6dnZGSUl5db3+ill1666qqrhgwZMnbs2FtuueXEiRNq+p49e+bMmZOamirTly9f/sEHHwTOrb29ffz48YFJCDf/d955p6SkJL2HPJCn9nFG1azWi/v37z9mzJhFixYdP3488AU/+MEPBg4cKH+D36ItQh9//LGEPWXKlKFDh8pXuOGGG/bt26e9ZfTo0QsWLHjrrbes6SFDUg9sZhgz7ROjWgjDfQvR0tLyta99bdSoUYMHD87Pz//Zz35mvSX+hd+N/UwjR4789NNP4//oGLi94re1ta1atSo3N3fQoEGy2MybN0/WUOu/Bw8evP7664f3kAe/+c1vAgML2TFGtRyGXPvCrdraG+P95hFLur4XMaOlzUjYOiYfJEPOiy++aE35+c9/LlOSbiWvrq6+9NJL3+0hD5544gk1ffbs2c8//3xHR8eZM2ceeughKarU9GuvvXb37t2dnZ0nT55cuXKlDMmBc5MxYNOmTYFJCDf/yy+/fP369R091q1bJ08jiTbyAks9+NOf/vT+++/ffffdhYWF1n9l4sSJEx977LELL7xQHtt/xHXXXXfbbbdJ2fG///u/p06d+ulPf3r11Vdrr5Qq84EHHrC+gn2BZTPDmMVZYKkH2reQCKU2feSRR44dOyZVyy9/+cuvf/3r1lviX/jdKLCiXTwc5OqK/957702YMEEW40OHDv3P//yPtNQvfvELWZDUf1tbW88///wtW7a09Xj00UflqUy0DyyG5VCbVbhV2+Ytrkq6vhcxo6XN0NYxGRi+/e1vj+khD6ytW3nZtm3bpM9KTU0tKCiQ7T+ZeOWVVz777LPWe2VcGTt2rGznhfug55577oorrrCmyHxkE98K4PDhwzIgyda/bFV/9atfbW9vt/lo++khv+DZs2dlOMzJyZEtSBkFbSba9zsyoErBpB7Lg8BvZJFyatiwYcHTpfZKS0uznkrvP2nSpK6ursBPDDd/maG8XT0+ffp0yPkHC/4u9tWMIo0om+nW0/r6ehkP5MFll10WuBsg5HvljTbLgPVYvov1EfYh2cwwmOTzt7/9rXq8Y8cO9UCmyHRrnsE7J8ItS1F9i5tvvrmysjLcW+wXfu3F3//+9y+44AJZF771rW/JcK59bsiVNPhLBYr2LTJFyo7s7Oz+/fvb5CdcdxHIZr22n4nNh95+++0yQ3m9JCrk9/3mN78pGyHB05XFixc/+OCDgVM2bNhQVlamBaaJajkMOateu46QS2ZgQ/SaTNn++e53v5ubm5uRkXHrrbd+8sknanpwRxf8WTYNYcUQVZ8P76DAMkPrAmQlLC4uPt5j9uzZ0u9YLystLT1y5IissQ899JDqGvbu3Ttt2jRrl8by5cs3b95s80HyyilTpvznf/6nPG1oaJDHMsUK4JJLLvn3f/932dyU1XX16tUrVqyw+Wj76SG/oAx+RUVFb7/99kcffbRmzRqbifYFlnRtVr8mG7LSYWkvkHgefvhhbU+VUldXJx9nPZ0/f/7TTz+tfWK4+S9cuFCaQ5LT0dFRUVEhT22CDP76NlO6/7KDlm36++67L3DrXOJ88skn5cFTTz0lj+1neP311994442vvPKKNGW4V3744YfyFWbNmhVJSDYzDLZq1arHH39cHsgCPGLECFWS/uhHP5JKJXCewQtJyGUppHDfQoalcL/b9rrway+WdfC9HvJg48aN2ufarKThYo72LTL9hhtueP/9962nIfMTbraBbNbrXmML+aGSc1kk3u8xd+7ckF9BRn2pRcJlQ1pKVvnAKfI0KyvLPidRLYchZ9Vr1xH8Fq0hek3mli1brrnmmnfffVc6NCkZ/+7v/k5Nj6Sjs2kIK4ao+nx4BwWWGdo6duGFF/7ud79Tj2WTUW33q5fJuKse/+EPf7C22i+77DJVIrz11luyiSP/sv+gH//4x1/5yle6e/a3/+QnPwkOQDl9+rTMzf6jbaaH/IKTJ08O3jMRcqJ9gTVgwIDPPvtMPZYHAwcO1N4rLrjgAusXB8vrr78+ceJEq99/+eWXZWxWx2EEfmK4+atfPdT85YHV59qz/y5a2BbZ/LX2A0nRcP7553d1dclj+SuPpfu2+QhpO+mpv/CFL6SmpsritHbtWmsDN/AjZAiUsdMmSGuizQyDvfDCC9/4xjfkgfT7Eqr6FUbGRfXznE2BFXJZ6jVXgd8iJSVFZSncd4lw4ZeJ1jpo7XsLfLHNShou5mjfItOPHj0a+DRkfsLNNhxtve41tnAf2tLSoh7LG0N+BWmLwDJI21Uj65TWUvJieYv2Yu1dUS2H2ndU7LuOkG/RGiJQyGROnTr1zTffVI9PnDghHYV6HElHZ9MQgTFE3ufDOyiwzNDWMek7rK5HHsjTkC+zntbV1V188cV//OMfb7rppscee6zXD/r0009lTHrmmWfkr/U7hXrBgQMH5syZI0O76tSs3ifcR0c7PfCrhfy+wW8JqdfNUOn4HnzwwSuvvDJwYkNDQ05Ozv79+60pM2bMaGxsDP7EcPOXjct169ZZx2DJU5sgI/wuIV8mH7p+/XrrGDIZSLTx5p577onkI6R2lPrglltusXbmqVfKdNmSDjx/bdCgQdqvS9IoMhr1OsNgnZ2dkufunvTW19d/6UtfkscyRf1W0utCYv+N7L+F/R6sbtuFX3ux/ToY4UoaKNq3yPTAQ7AjWacCZxuo1/U62j5HXmAtLdrP65asrKzgPVjWK2X7J4Y9WJaQC3ZgKRb8iUpse7ACG6LXZEoZGriqWitRJB2dTUMExhB5nw/voMAyI/KNmJDvkhVPRjIZcXNzc62DRew/6OGHH5aNRWvHsjVdPusf//EfP/zwQ1l15W88hZS1USVbwNb0KVOmBG/DhZxo38NGcgyW1FiBx1rt2rVr3Lhxr732mvYpITeUw81fuk5HjsGK5GXWoUVql5W1k0a8++671g6tSD5CysERI0YEv/LYsWMypKlvNG3atF/+8peB72pqapIlqtcZhlRUVPTTn/5U/XInf2U8mD17thaAOqIl3FeIpMAK/hY333zzpk2b7N8SbuHXXmytg/Ig8j1Y2pcKFMMerEieRrIHq9f1Oto+J5I9WFL9lJeXh/tSUhkEH4O1ePHikJ8bTq/LYfCsIuk67JfMXpMppU/g2moJ2dFpnxVhQ0Te58M7KLDM0Fae9evXWz/Dy6ZSRUVFyJcFPpXqQZ7W1NRE9UHB02Wg+vnPfy7bpu+8887Xv/71mAss6bYeeuihTz75REqBr3zlK9b0733vezL0yswDj0IIOdG+h922bVvIU4GWLFly6NChzz777Pe///3q1autrdstW7bk5ORYQ0KvyQk3f+mdpTnUHqz777/f/jihkHO2+XaBE9XJcQUFBd09B12VlJRoL77++uut48eDZ3j11VdLfXPixAlJhXyFlStXyutDvnLhwoXV1dXdPcdISZf9H//xH6d7NDQ05OXlWZeEsJlhSFK+fO5zn1Pb1v/wD/+QnZ39/e9/XwtAakRprHBfIfICK/BbvPXWW7IMP/roo7LuyGK8f//+wLMII5mVNXHu3LnqGCx5EHy8VLiVVPtSgSJcr8MFFu5puNkG6nW9jrbPkddbx2Bdd911Ib/C0aNHZZPGOotQ1u5f/OIX1ivffPPNzMxMaSnrLEJ5au3xCpeTaJfD4FmFW7UD2S+ZvSazqqpKkilzkNLnN7/5jfq5vDtMR6d9VuQLScg+P8LCFEbQNmZoa0VXV9edd96pTiSRB9aOCpsO92c/+5lsHp09ezaqDwqe/tJLL8nm16BBg6QckdEx5gJLtr2kOEhNTZ0wYcLjjz9uTZduUeoSGW4zMjKkS7WZaN9TyAacbL2p61Hdd9991s7z55577pJLLhk8ePD48eOl85XtS2tums7OTpvkhJu/jN/z5s07r4f07NpvHMFC7h4L9+0CXzlq1CgpTNX88/PzrW1uy4svvnjZZZeFm+G//du/ffWrX5V8ShNMnDjxW9/6VmAqAl/5L//yL+rkRPmOUsnJZ6lvJw9kMz2SGYbU3NyckpJy6tQpeXzy5El5/MYbb2gBSNUr6e11WQop3Lfo7jktVEKVOctiICkKvA5WJLOyJqqzCOUr33HHHYEnc6kH4VZS7UsFinC9DhdYuKfhZhuo1/U62j5HXvA3f/M3khxJ0Xe+8x2Zc8ivcOzYsW9+85tSZskCMHr0aGmXV1991frvr3/9a1mb0npIlWYtId3hdy1HtRyGnEO4VTuQ/ZLZazL/9Kc/yfSpU6cOGTJENlrq6urU9JAdnfZZkS8kIft8Ciwvo22S1Ze//OVnnnnGdBRAH8FAFTmpk6TWMR2FYX/84x+tI/QTgz4/6dCnJB/ZWvrxj38s20nBF58EEBsKrF6tWbOmra3t6NGj11xzzV133WU6HMMOHDhgnS3oNvr8JEWfknxkJMjNzZXVW5sYbh97ckmKL5IUQbrE7e9uKrf+acGYVVVVZWdnX3DBBbfddhuXCRg+fLi69lsChOzz4X30KQAAAA6jwAIAAHAYBRYAAIDDKLAAAAAcRoEFAADgMAosAAAAh/mlwAp57jcAAHCK6aHeW/ySDhoeAAD3MM5q/JIOGh4AAPcwzmr8kg4aHgAA9zDOavySDhoeAAD3MM5q/JIOGh4AAPcwzmr8kg4aHgAA9zDOavySDhoeAMw628N0FHAL46ymL6eD63MAgEe0trZmZWWNGTPmyJEjpmOBKxhnNX5JBw0PAAZVV1erbd077rjDdCxwBeOsxi/poOEBwKD29vYvfOEL0hXfdtttpmOBKxhnNX5JBw0PAGbt3btXuuLi4mLTgcAVjLMav6SDhgcAs1pbW6Urzs7ONh0IXME4q/FLOmh4ADAuNTVVeuPOzk7TgcB5jLMav6SDhgcA4/Ly8qQ3bm5uNh0InMc4q/FQOsJdT+GNN96YO3duWlrauHHjtm/fHvPM4w4QABCX0tJS6Y1ra2tNBwLnMc5qPJcOrYUOHz48fvz4nTt3fvTRR8eOHbvpppscmS0AIPHKy8ulN66srDQdCJzHOKvxXDq0FpKKauvWrY7PFgCQeDU1NdIbl5WVmQ4EzmOc1XguHVoLjRkz5oEHHhg7duyoUaOWLl3a0dHhyGwBAInX1NQkvXF+fr7pQOA8xlmN59KhtdDAgQNlW+dkj0WLFi1btsz+vTZcDhwA0Iv29nbpjdPT000HAucxzmo8lw6thUaOHHnq1Cn1WGqszMxMR2YLADBCqivpkKXSMh0IHMY4q/FcOrQWKiwslLpKPT5x4gQFFgAktYKCAumQGxsbTQcChzHOajyXDq2Ftm/fvnjxYusnwltvvTXcK6OaLQDAiLKyMumQa2pqTAcChzHOajyUjnCHTG3YsCEzMzMjI2PJkiWBB7lTYAFA0qmsrJQOee3ataYDgcMYZzV+SQcNDwBeUFtbKx1yaWmp6UDgMMZZjV/SQcMDgBc0NzdLh5yXl2c6EDiMcVbjl3TQ8ADgBZ2dndIhp6SkmA4EDmOc1fglHTQ8AHhEdna29Mmtra2mA4GTGGc1fkkHDQ8AHlFcXCx9cn19velA4CTGWY1f0kHDA4BHrF69Wvrkqqoq04HASYyzmr6cDm6VAwAeJKWV9MlSZpkOBE5inNX4JR00PAB4RH19vfTJxcXFpgOBkxhnNX5JBw0PAB7R2toqfXJ2drbpQOAkxlmNX9JBwwOAd6SkpEi33NnZaToQOIZxVuOXdNDwAOAdeXl50i03NzebDgSOYZzV+CUdNDwAeEdpaal0y7W1taYDgWMYZzV+SQcNDwDesXbtWumWKysrTQcCxzDOajyUDpvrKbS3t48fPz6exqPhAcA7ampqpFsuKyszHQgcwzir8Vw6QrbQqlWrNm3aRIEFAH1DY2OjdMv5+fmmA4FjGGc1nktHcAsdOnRo0qRJXV1dFFgA0De0t7dLt5yenm46EDiGcVbjuXQEt9D8+fOffvrpkP+KZ7YAAIOkupKeWSot04HAGYyzGs+lQ2uhl19+edasWefOnQv+V8j32nAxaABAlPLz86VnbmxsNB0InME4q/FcOrQWmjFjhrX6sQcLAPqMsrIy6ZlrampMBwJnMM5qPJcOrYWc2hFFwwOAp1RWVkrPvHbtWtOBwBmMsxrPpcOmhYJrL0dmCwBIvNraWumZS0tLTQcCZzDOajyUjl73VFFgAUCf0dzcLD1zXl6e6UDgDMZZjV/SQcMDgKd0dnZKz5ySkmI6EDiDcVbjl3TQ8ADgNdnZ2dI5t7a2mg4EDmCc1fglHTQ8AHhNcXGxdM719fWmA4EDGGc1fkkHDQ8AXrN69WrpnKuqqkwHAgcwzmr8kg4aHgC8Rkor6ZylzDIdCBzAOKvxSzpoeADwmvr6eumci4uLTQcCBzDOavpyOrhVDgB4WWtrq3TO2dnZpgOBAxhnNX5JBw0PAB6UkpIi/XNnZ6fpQBAvxlmNX9JBwwOAB+Xl5Un/3NzcbDoQxItxVuOXdNDwAOBBpaWl0j/X1taaDgTxYpzV+CUdNDwAeNDatWulf66srDQdCOLFOKvxSzpoeADwoJqaGumfy8rKTAeCeDHOavySDhoeADyosbFR+uf8/HzTgSBejLMaD6Uj5PUU9uzZM2fOnNTU1LFjxy5fvvyDDz6IeeZOxAgAcFJ7e7v0z+np6aYDQbwYZzWeS4fWQtdee+3u3bs7OztPnjy5cuXKBQsWODJbAIBHSHUlXbRUWqYDQVwYZzWeS4dNC505cyYtLc3x2QIADMrPz5cuuqmpyXQgiAvjrMZz6bBpobq6uqKiIsdnCwAwqKysTLrompoa04EgLoyzGs+lI1wLvf766xMnTjx8+LD9e224Ey8AIC6VlZXSRZeXl5sOBHFhnNV4Lh0hW6ihoSEnJ2f//v3OzhYAYFxtba100aWlpaYDQVwYZzWeS0dwC+3atWvcuHGvvfaas7MFAHhBc3OzdNF5eXmmA0FcGGc1nkuH1kJbtmzJyclpaWnp9ZVRzRYA4BGdnZ3SRaemppoOBHFhnNV4KB0hD5kKPpTKuuk6BRYA9A3Z2dnSS7e2tpoOBLFjnNX4JR00PAB41pQpU6SXvvLKK00Hgtgxzmr8kg4aHgA8a+zYsdJLDxo0qKury3QsiBHjrMYv6aDhAcCz7rzzTumlCwsLTQeC2DHOavySDhoeADyroaFBeumCggLTgSB2jLMav6SDhgcAz2pra+OWz8mOcVbjl3TQ8ADgZeqWz1JpmQ4EMWKc1fTldHCrHABIFgUFBdJR79u3z3QgiBHjrMYv6aDhAcDLbr/9dumot27dajoQxIhxVuOXdNDwAOBlVVVV0lGvXr3adCCIEeOsxi/poOEBwMv27t0rHXVRUZHpQBAjxlmNX9JBwwOAl6kTCTMzM00Hghgxzmr8kg4aHgA8Tp1I2N7ebjoQxIJxVuOXdNDwAOBx6kTChoYG04EgFoyzGg+lI+T1FM6dO3fvvffKZk1GRkZ5ebk8jXnmTsQIAHDLsmXLOJEweTHOajyXDq2FqqurL7300nd7yIMnnnjCkdkCALzmkUce4UTC5MU4q3E+HV1dXRUVFZMmTUpNTZW/GzZs+PTTT6MI6C9b6PLLL9+9e7d6LA+uuOKK2KKi4QHA4+rr66WvnjdvnulAEAvGWY3z6bjzzjvnzJlz8OBBqbTk7+zZs7/97W9HEdBfttDIkSOtAx5PnToV852qaHgA8LgjR45IX52VlWU6EMSCcVbjfDrGjBlz/Phx66k8lilRBPSXLTRgwIDPPvtMPZYHAwcOtH+vjWi+BADAgOHDh0t33dHRYToQRI1xVuP1Aos9WADgH/n5+dJdNzU1mQ4EUWOc1bjyE2FxcfHvfve7rq4u+SuP4/mJ0MFjsAoKCtgqAgAvUycSVldXmw4EUaPA0rhykPv69esvvPDC1NRU+fvAAw/Ec5D7tm3bwp1FGFVbql8JV65cGflbAAAJtnnzZumr16xZYzoQRI0CS+OhdIQ8ZOrcuXP33HNPeo/77rsv8DpYMRRYBQUFDgcNAHBOXV0dJxImKQosjV/SIQ2fmpoqf9va2kzHAgAIraWlRTrq7Oxs04EgahRYGufTcfDgwSuuuGLo0KGeOoNPYigtLZW/NTU1pmMBAISlNoY7OztNB4LoeGGs9xTn01FQUPDQQw/94Q9/cHzO8VCllfwtKSkxHQsAIKyZM2dKX33gwAHTgSA6FFga59MhGx+ffPKJ47ONk7pDu/qhkA0jAPCsRYsWSV+9Y8cO04EgOhRYGufTMWHChCNHjjg+2ziphi8sLJQHtbW1psMBAISmTiRcu3at6UAQHQosjfPpePzxx0tLS712LLlqeHUn0bKyMtPhAABCUycScjhH0qHA0jiTDvt71JhKenAMra2t8iAzM/Ps2bNGQgIA2FMnEubm5poOBNGhwNL4JR1Ww0+dOlUe79u3z2w8AICQZAM4JSWFEwmTDgWWxvl09O/f3/F5xs9q+IqKCi4TDABelpeXx4mESYcCS+N8Oj73uc/993//t+OzjZPV8E1NTex8BgAvW7hwoXTUu3btMh0IokCBpXE+HY8++ujXvva1o0ePBt7WxrjAhs/Ozpanzc3NBuMBAISzceNG6aXLy8tNBxJaV1eXbKubjsJzKLA0zqfDOwe5a1FZj1esWCFPZQU2GA8AIJza2lp1+w3TgYRWUFAg4S1btsx0IN7ihbHeU/ySjsCG37dvnzydOXOmwXgAAOEcPHhQeumpU6eaDiS0ESNGSHgXX3yx6UC8hQJL4/V0vPPOOyUlJek95IE8jW0+gQ3f1dU1fPhwmXL8+HGHwgQAOMY6kVC6a9OxhHDPPfdIbNddd53pQLyFAkvj9XRcfvnl69ev7+ixbt06eRrbfLSGV7diqKqqciJGAIDD1CV1vHmwrNrBlp2dbToQb6HA0ng9HcOGDTtz5ox6fPr0aXka23y0ht+5c6dMKS4ujjc+AIALSktLvXwiYXp6uoTntXuWmEWBpfF6OhYuXLhhw4aPP/64o6OjoqJCnsY2H63hOzs7U3rIbJ0IEwDgpPLycum3pds3HUhosn0u4dXV1ZkOxEMosDReT8d77703YcIEdSqiPHj//fdtXhzV7XrU6rFz5043wwcAxGLXrl3SRce8Ue02dc1q7kgdiAJL4/V0SBm0bt066xismH/UC274rVu3enntBQA/a25uli46Ly/PdCCh1dfXS3hFRUWmA/EQCiyN19MxdOhQN47BEsePH5eJw4cP9+ZZKgDgZ9IzSxedkpJy9uxZ07GE0N7erkYQb4ZnBAWWxuvpuPzyyysqKtQerPvvv/+KK66w/hVVW4Z8cX5+vkyXDREHAgUAOEqdSHjw4EHTgYQ2efJkz57naAQFlsbr6XjrrbfmzZt3Xo/rr7/+7bfftv4Vf4FVWVkp01esWOFAoAAAR6kTCWtra00HElpZWZmEV11dbToQr6DA0vglHSEbXv3Gn5WVlfh4AAD21ImEnr2tWVVVFTfMCUSBpfFLOsI1vNrH29jYmOB4AAD2duzY4eVTkQ4cOODlw/ATjwJL45d0hGv4NWvWePme7QDgWx6vYM6ePZuamioRcj1FhQJL45d0hGv4hoYG+dfkyZMTHA8AwF5nZ6f0z1LEmA4krIKCAolw7969pgPxBAosjV/SEa7hZRNE3fGAK44CgNfk5uZK/9zS0mI6kNDUbyCVlZWmA/EECiyNX9Jh0/Dnn38+lzMBAA8qKSnx8h1pamtrJTwJ0nQgnkCBpenL6bC/VY5l7ty58t9BgwZxxVEA8JS1a9dK/7x582bTgYR25MgRCS8zM9N0IJ5AgaXxSzrsG37GjBnygq1btyYsHgBAr9SJhIsWLTIdSFhZWVkSYWtrq+lAzKPA0vglHfYNX1dXpw5151dCAPCOpqYm6ZxnzpxpOpCw1NVQOYq3mwIriF/SYd/wUlepC2J59pd+APChjo4Oj59IuHnzZolwzZo1pgMxjwJL45d09NrwW7duldcUFBQkJh4AQCQ8/hucutZPfn6+6UDMo8DS+CUdvTZ8V1dXZmYmV3UHAE+ZN2+e9Mz19fWmAwlNXawrJSWF06QosDR+SUckDb9x40Z5WWlpaQLiAQBEQl1r6pFHHjEdSFgzZ86UCJuamkwHYhgFliYJ0vHGG2/MnTs3LS1t3Lhx27dvj20mkTR8W1ubuu+BZ/dFA4DfVFdXe/yeyrfffrtEWFVVZToQwyiwNF5Px+HDh8ePH79z586PPvro2LFjN910U2zzibDh1Xoif2P7FACAs9SJhF4+yKmmpsbLN6VOGAosjdfTIRWVI5enirDhW1tb1RkrbW1t8X8oACBO6kTC4cOHmw4krIMHD0qEubm5pgMxjAJL4/V0jBkz5oEHHhg7duyoUaOWLl0a803LI294dVGTjRs3xvZBAABnqRMJjxw5YjqQsNQ9bX2+ZU6BpfF6OgYOHFhWVnayx6JFi+x/hu9nK8JPbGxsVLc+4JQQAMbt37//hhtu2LRpU0NDg1QY/uyXpk+fLt3yjh07TAcSVnFxMVdSpMDSeD0dI0eOPHXqlHosNVbMt3yKquELCgq4cw4A46ScGj58uLatmJ6ePnXq1KKiItng/PKXv1xSUtLe3m46Uhep+/0JKbNMxxJWRUWFRFheXm46EJMosDReT0dhYaHUVerxiRMnElNgceccAF5QVlamaotRo0ZJZ5ibm5uSkhK8e17+ZTpSF0mVqX6Ak+/u2VO86+vrJUKpek0HYhIFlsbr6di+ffvixYutnwhvvfVW619RtWVUL+bOOQCMq6ysVAd319TUBP4y2N7efvDgwX379v3whz8cPHiwvGbYsGExH5+aFDo7O2+44QYvn6knjeLxI/ETgAJLkwTp2LBhQ2ZmZkZGxpIlSwI7EfcKrG7unAPAKLUfPSUlxf4K5jKuz5492w/n5bS1talfSz17sw21Wd7c3Gw6EGMosDR+SUe0Dc+dcwCYIoO0KiY2b94cyYvVgVl9eydW959vtuHZC2Kp33Orq6tNB2IMBZbGL+mIoeG5cw6AxGtra8vOzo7q2uU+ubiMbPeqzOzcudN0LCFUVVVJbCtWrDAdiDEUWBq/pCOGhufOOQASTGoIdRZzYWFh5CfZ+Gcn1o4dO+SbSpnlwctVHDhwQGLLy8szHYgxFFgav6QjtobnzjkAEkn9zJSbmxvtJSt9shNL5OfnyzetrKw0HYhOCmK1Td7ny9xwKLA0fklHbA2v7pwzYMAAjsQC4DbrtMGDBw9G+17/7MRqaGhQWfLgZdPV3sd9+/aZDsQMCiyNX9IRW8OrO0z5fK8vgASI8LRBG/7ZibVw4UJvHu20Zs0ab+5dSwwKLE1fTkdst8oJ1NXVpc685XRCAO7Zu3dvWlpahKcNhuOfnVitra0pPbx2TYRdu3ZJE5SUlJgOxAwKLI1f0hFPw99///3y9qlTp3rwsEogKjL0/vCHP7z77rs5dcM7nnvuObUVF/9VNP2zE2vt2rXyTYuLi00H8hfUXX1ivuNIsqPA0vglHfE0vNRVUl3JHCoqKhwMCUgAqaj27dv3yCOPyOBt7Y5VZs6cWVlZSaVlVmdn5/jx41WLvPTSS3HOzT87seQLqvvnxPyLqkvUBRT9uVpRYGn8ko44G76pqUkdHuG1PdKARgaexYsXn3feebNmzdIqKjF06FD1QJ3uRKVl1tmzZ4uLi/v13Gpw/fr1jtz81D87sdT9NmTr11M3jVX59+aVutxGgaXxSzrib/jVq1f367l5jqdWZsBmH5U62aqwsHDNmjXS46tz02pra3ft2tXZ2VlXV1dWVqauGK7I28ePHy/zaWhoOHLkCL+Ju23RokWS9qysLAerW//sxLJuGiuVlulY/s/mzZslJFnjTAdiAAWWxi/piL/hZUBSFxGWkcyRkICYvfrqqzNnzpwxY0bIikoW1LS0tBUrVkRytr9UUcGVlkXG6alTpxYVFS1btmz58uVSEOzZs0fWhQR8xz5PnXEmaXd8v7h/dmLV19fLNx0xYsS6devCbRUkeDtBtnb6efh+Pq6iwNL4JR2ONLxamaVDlNU4/rkhWUg9sXv37tWrV3vhTFIJRgbOgQMH2uyjio2MQ3fdddegQYOkPpMZ5ubmpqSkBJdcSl5entRkVVVVkhNVb7FnNyrqtiqSYSkLHJ+5f3ZiiSlTpthsFRQUFAwYMCCR+5NkdVAt68MdwBRYmuRIR3t7uzoONOY5ONXwape+105dgSNaWlqs0rm1tVXqFSmqZs6cGVhnTJ48WTpr2UhNfD0hn1hTU5OVlaUi6d+///nnn//aa685/imBT2XVk6JNvu8TTzyhDtuSDw08fkuRQW7o0KGjRo2SjRAfjivRUifzi9raWpc+wj87sR555BGVzEsvvTTcVsGQIUMSucJKGPKhr7zySsI+0SMosDTJkY5Vq1Zt2rTJCwWWjDfqJJEdO3Y4MkN4xJ49e1RfLBu+qokt0mWfd955/Xqu6R+430iqbSnCZJHodv9niL179+bl5amPlo3yxsbGtra2BBd5UmlJhdfR0SGf29zcLI+lAM3Pz9fqLXkqEUoZKtXD8ePH1XttflWUola+nX92gEm1qoqAqqoq9z5F7cQaNmzYv/7rv7r3KV4gS05dXV1TU5M1xdoqkF76G9/4xqBBgyQVZWVliYlH/USoNkXc2D3pZRRYmiRIx6FDhyZNmiQDmBcKrO4/3200PT1djaxIUvbHhmdlZZWWlsp/pZSRZU+qGRkOpdeWpxUVFVato8qvkSNHDh48eNu2bc5GqD5XRkp1opnaf7Zr1y5nPyV+MsJJJiUnF1544SWXXKJlMjs7+/Of/7zUpjNnztwY5N5771XVxne+8x3T3yMiXT1ifvuBAwfUsW5r1651MKqQJO39evZ0/upXv3L7s7zMynlifihUp5xbZCPEP8csUmBpkiAd8+fPf/rpp7vjazxnG37evHn9nLgqIBLsBz/4wfTp06+55pqQx4ZPnDjx6quvloUtkmPs5DVbt26V0mfIkCHWTBy83oG6zI/UJepwK3ks1V5S/Pomw4nUW5KHkpISdaWiSIwdO9aDt5bTSMuOHj16xIgRjz76qIyj1v65CLW0tKhfeBOzN+Wee+6x6nKfHzba0NCQgL2GFlk2XnrpJVlh1c7d3Nxcn+zKosDSeD0dL7/88qxZs86dO9cdQePZ9+AORiW9ldok8to17hCODN7qpK3AisqRY8OlnpBKIjMzc9iwYfFXWlJCyUK1YsWK888/X81KHaKbvEcrS1Vx1113ZWdnS5aC92CJpUuXqt9kp06dKi82Ha+dJ554IrhjkeFTFqRFixYtWLBAloFLL7005NcsKChQw61sniXm91BZlmpqai666KJ+PXtk41nI+4Da2lpVYyXyClWyPKvbP/fzx64sCiyN19MxY8YM69SteBrP8YZXJwHJBvozzzzj7JzhLFVaqbGtf48lS5a4MdiEvN6BLMBz5syRgsn+HPLjx4/LWCglSODxTCNHjpw2bZoXTl10m7RRfn6+qgMCD6bxmhtvvLFfz4FNUktJwNYJB5EbNWpUgkdZ+biioiK1ReGHZcmGdeZmIjeMpZj2z64sCiyN19MR3EPFPB9nA5PVxrrBxapVq5J3B0MfFlhaSa+6bNmy1tbWBBw5F/mVpdTW7ZgxYwJfIBMrKyv9ds8AqQPUL++SNG/uGJZGUeEFVufSD0jdLKPmzp07ly5dKvXTVVddFXIPljT60KFDn3rqqcRHLkEuXLhQrQXunbeYFCoqKozUmoG7svLy8p599tlEfnrCUGBpkikdWuNF1ZZuNLw6sdEaNaUPpczyiJClVeLDkEpL3ZK2f//+l112mc2VpaTHLy0tramp8f5xSO6ROkBaSjWZpMJ0OH9BKubE7/xwlvqJXL5CYo5D8qzbb7+9X8/9mBP8e7TalaUOqZRWiHawkJ5h7ty5UqV5eZShwNIkUzq8VmB195yR++KLL6pLzlBmecFPfvKTIUOGWL2YqdIqUHNzc+DR0No55Dk5OevWrUuKo9cTQ+1j6OelazhJC6qdkZs3bzYdS1ysS0aVl5ebjsUYa39eVlZW4rdnVqxYoba4oj1DQv2+Kb70pS+5FFv8KLA0fkmH2w0vXXAkZVZnZ6eM9w0NDfKC1atXv/LKK314ZJUMyIC0ZMmSnTt3xnDKVbTkI6TflJ5LtYLULsZLK8Smurpa7eqT0ejtt982u8UiY7C6R5YU6wbDcIqsjCq3N9988wsvvNCH+x8b8q0LCwv79ZxXkfgaa/bs2f16jnmP6l3ScNYOb1lBXIotThRYGr+kIzENH1hmDRs2bMyYMSUlJWVlZUVFRZMnTw55RE7IqzK2t7cn43UX7a8spVinXN1xxx1XX331ww8/HOeHSqIkddbxDYMHD87IyOgbY6Gf1dXVWevLeeedZ+qaczISq0VLFtpkXCVD2rt3r5XbefPmmQ7HDNnWVVezmzJlSoIreNnwS+kR1RagWg7V+QoyanjzGE0KLI1f0pHIhg8ss4LLKakw/uqv/ko9tQ6Tt8i2svx3wIABEyZMSIqfGmtqauRbSMzBFVVaWpranzRjxgybU66ky6ivr49h9JL8VFVVqbtS9Os5qKKiosLPxzD1MY2NjbIIqcZ9/vnnjcQgW0dqq6CPLVdNTU3qZ/RRo0b1mcIxWrKAqaXr/vvvT/BHq2MNI98OVPdWki5U6kJ1DJn0tx686AMFlsYv6Uh8wy9dulS2UYqLi3fs2NHQ0NDS0hJYMMlGpKwz0rXZX5Ux5C11PXI9G3UgufWTXL9QV5aSby3f1HpL4ClXf/3Xf61Vlhs3bozkZ8SjR49OmzZNBoYRI0ao906dOrW6utqfP3b0ba+++qo0dL+en90DF6TECHnaYJ/x4osvqv1YCbuHjNdIX6Q6kL//+79P/EfLxrYMEJHsiJKeTW2+qjM/5OnMmTPl6aJFi9yPNDoUWBq/pMNIw8ewaSgViXTrsjqNHz8++Ja6Um9lZGTIgzvuuMONgCMUeI6eutT4vHnzYhiE5MsePnx48+bN1l4o6XGk0NR2aNn88ij1a/Ke1YVIqOu4qmVDVo2EfW4fOG2wVwm+h4wHSQakoY3sw1MndZaWlvb6SnVqgnT+Vpytra2q4bx2MBYFlsYv6UjGhre5pa70+0ZOVwx5+QNHuqe9e/dK/WRdxWDkyJFDhw794he/GPKXx/T09KysLNkEj/9zkRRkaVetLwuJ27+MyGr12GOP9Y3TBnuV4HvIwCJ9qVrG7K+sq26ZJS/T9uCqHw29djBWMo6zrurL6dAGZtPhxEvVW1Js5eTkqG+UyKtCJObKUvIpgTu0wv3yCB+qr69XA5Jsyrt6fujEiRPVgueTUyWM3EMG3X/ebCgqKrJ5jdrRVVxcHPwvDx6M1QfGWWf5JR19rOEjvCqEI6TomT9//uDBg10trTS33XZbZmbmypUrqahgaWlpmTp1aj83D8k6cODAgAED5CMyMjL8c/S3kXvIwNo7Fe7+Odb5hiF3Uzl1MJb08E4dwNrHxtn4+SUdfbLhE1BmNTU1qaO+RElJCVeWglmuHpK1Y8cOtY82Ozv7V7/6lbMz9zhT95DxOXV8ldRJIf+rLohqsyc1/oOxnnnmmYEDB44ePdqRsaNPjrPx8Es6+nDDB5ZZgwYNmj59+tGjRx2Z89atWwNv7eKpH/vhZ9YhWbJ8SmUQ/wzPnj27evVqNc8VK1b4Z99VIFP3kPGzrq4udf2auro67V/qKhJS8dtfIsQ6GOvJJ5+MdkeUbD+PHDlSLfYvvPBC1NEH6cPjbGz8ko4+3/BS/Xzxi19Uq8qUKVPi/FVe3q6uACT+9m//9p//+Z/tj8QEEqy+vl5dIkS2v+M8eEgGMHX9Rg/eAzGRzN5Dxreqq6v79VxrRivr1ZVFI7lhlKqM+/VccTDyz7W2n9UV0SSAI0eORBu8ps+Ps9HySzr80PCyelxwwQVqbSksLIy5xmptbVXXOB4+fLhsHjkbJOCU7373u9aVSGWBj+1wvQMHDqg74UhVwVaE2XvI+JPUVepc6R07dlgTA68s2uscpNXUiiCbHBs2bOj1x77A7ec1a9YcP35cHcslHxfnMa9+GGej4pd0+KThZV397W9/q/Y5x1ZjWbcokR6WA8zhfTt37lQLvGyOy2gR1aEk1kFXBQUF1BOKdBrTp0/v13Ozr//6r/8yHY4vyHKozgdUv/FpVxaNRENDw0UXXRTJ8bght5+l0dVO3DgPwvPJOBs5v6TDVw3f0tISQ40lxVl5eblaRRNwtSHAKTKWSGmlfu+QJT+SXww56MrGU089pTKTkZER7gQ3OEvtQ1JXIwu+smiEej3tyWb72fqBWNaj2tra2L6Fr8bZSHg9HXv27JkzZ45sZY4dO3b58uUffPBBbPPxW8NHW2MtXrxY3XlG1i5ZvRMQIeAsGTDUz1s2vxgeOXJENtA3b96s7sDj84OuwpEeIz8/f9iwYSqZUomyueU2decAdfRbyCuLRi5kmSUi2X5Wl92S9SK2C8/6bZztldfTce211+7evVuWhpMnT65cuXLBggWxzceHDR9JjdXV1bVr1y51NKU6FYUNViQ16xfDAQMGTJs2TToNGU5kCVcHWmlM3UM6KZw9e1a2tdRPqLm5ufQMblObB6NHj+4X5sqiUQksswYOHKiu7hbJ9rPafyakIIv2Q304ztpLpnScOXMmLS0ttvf6s+Ftaiz519q1azMzM601cPDgwU899ZShSAHHyMa6+rEjmJRZUmzNmjVLRprPf/7z/DLYK+korA0wdmW5SkpYlWcphpy6Jo7MZ86cOWq2Q4cOjbBKlq0U9YP7smXLolpH/DnO2kimdNTV1dnfVcCGbxs+sMZ677331C4rdTyjkpeXt3Xr1sTf1hBwT1tb24gRI2Sguu2222SBb2xs1E5BZ4GPHLuyEkbtZ8rJyXF2trfeeqv081E13N69e9XRWiNHjvynf/qnCN/l23E2nKRJx+uvvz5x4sTDhw/bvCbkNqslYaF6jVVj9e/fX93xRv0aKFsnnJeOvqqzs5MTAx0UuCvr4osv5tg1Nzz99NNXXXXVr3/9a9OB/H8yOqiCT4aPCN/i53E2pORIh5TeUtTv378/5jn4vOGlc7RKq+nTp7PLCkC01K4sdaU9+Xv8+HHTEcFdK1eulIEj8oOxfD7OBkuCdOzatWvcuHGvvfZaPDOh4Z9//vmLLrro7rvvNh0IgCS2bt066U4nTZrEEWx+ENXtdxhnNV5Px5YtW3JyckLeGyuqtqThAcARR44cobpCMMZZjdfTEXwolXUaCwUWAAAewTir8Us6aHgAANzDOKvxSzpoeAAA3MM4q/FLOmh4AADcwzir8Us6aHgAANzDOKvxSzpoeAAA3MM4q/FLOuwv8g4AAOJkeqj3Fh+lI4naPolC7SZaNxGtS5Io1G6idRPRwj0+aq0kWjSTKNRuonUT0bokiULtJlo3ES3c46PWSqJFM4lC7SZaNxGtS5Io1G6idRPRwj0+aq0kWjSTKNRuonUT0bokiULtJlo3ES3cQ2t5EWuRe8ite8itS0ise8gt3MOy5UWs8+4ht+4hty4hse4ht3APy5YXsc67h9y6h9y6hMS6h9zCPSxbXsQ67x5y6x5y6xIS6x5yC/ewbHkR67x7yK17yK1LSKx7yC3cw7IFAADgMAosAAAAh1FgAQAAOIwCCwAAwGEUWAAAAA6jwAIAAHAYBRYAAIDDKLASod+fBf+rvb19/Pjx4a7Fcu7cuXvvvTc9PT0jI6O8vFye2k/3oXC5feONN+bOnZuWljZu3Ljt27cHv5Hc9ipkbt95552SkpL0HvJAnga/kdza2LNnz5w5c1JTU8eOHbt8+fIPPvhATY8kOSTWXrjchpseiNzCcRRYiROyilq1atWmTZvCFVjV1dWXXnrpuz3kwRNPPGE/3be0BB4+fFjK1p07d3700UfHjh276aabgt9CbiOk5fbyyy9fv359R49169bJ0+C3kFsb11577e7duzs7O0+ePLly5coFCxao6ZEkh8TaC5fbcNMDkVs4jgIrcYKrqEOHDk2aNKmrq0v7l/VURi/pF9RjeXDFFVfYT/ctLYFSUW3dutX+leQ2Qlpuhw0bdubMGfX49OnT8jT4leQ2QpLJtLQ09dgmOSQ2BoG5tZlObuEeCqzECS6w5s+f//TTTwf/y3o6cuTI9vZ29fjUqVPp6en2031LS+CYMWMeeOCBsWPHjho1aunSpR0dHcGvJLcR0nK7cOHCDRs2fPzxx5LViooKeRr8SnIbobq6uqKiIvXYJjkkNgaBubWZTm7hHgqsxNEGqpdffnnWrFnqF/1wPxEOGDDgs88+U4/lwcCBA+2n+5aWQElIWVnZyR6LFi1atmxZ8FvIbYS03L733nsTJkxQx2bJg/fffz/4LeQ2Eq+//vrEiRMPHz6snkaSHBIbIS23vU7vJrdwAQVW4mgD1YwZMxobG0P+y8JGVYS0BEp+JC3qsdRYmZmZwW8htxHScltcXLxu3TrrGCx5GvwWcturhoaGnJyc/fv3W1MiSQ6JjURwbu2nK+QWjqPASpzg3wE1wW/hsIAIadkrLCyUuko9PnHiRMgCi9xGSMvt0KFDwx2DZSG39nbt2jVu3LjXXnstcGIkySGxvQqZW5vpFnILx1FgJU643VTB/7Kebtu2LeQJLOGm+5aWwO3bty9evNj6ifDWW28NfiW5jVDwWYQVFRVqD9b9998f8lhscmtjy5YtOTk5LS0t2nSb5JDYCIXLbbjp3eQWbqLASoRe91SFK7DOnTt3zz33qGsO3XfffYGXZgk53YfC5XbDhg2ZmZkZGRlLliwJeZA7ue1VyNy+9dZb8+bNO6/H9ddf//bbbwe+Xj0gtzaCd113dnZ22yaHxEYoXG7DTe8mt3ATBRYAAIDDKLAAAAAcRoEFAADgMAosAAAAh1FguS7ae7uGm/7SSy9dddVVQ4YMkfnccsstJ06cCPeJIY+mj/CWpeGi7ejoWLp06ahRozIzMx988MH4UgIAQB9HgeW6aO/tGm767Nmzn3/+eSl0zpw589BDD0kZZP+5WoEV4S1Lw0W7bNmyRYsWnehx4403PvnkkzEnBACAPo8CK6EiubdrJNe1kwIo5AUeAwVfvijay+UFRjt69OjAS3cWFhb2+nYAAHyLAiuhIrm3a693Zvjkk08efvhha99SOP2C7h4T7Q0fAqOVAivw5jPcLwIAABsUWIkT4b1d7e8tqg6uuuCCC1pbW+0/Tiuwor1lqRbtkiVLrGuj33zzzSkpKfZvBwDAzyiwEiTye7v2uqvp9OnTDz744JVXXqmehrtAfIR7sEK+PTjaDz/8UOqqjIyMMWPGfO9738vKyoru+wMA4CcUWIkQ1b1dIzlYSmos6+iocGI+BqvXu6L+6Ec/kmLL/tMBAPAzCizXRXtv13DTlyxZcujQoc8+++z3v//96tWroz0GK8JbloaLdvHixcePH+/o6Hj22WfHjx//5ptvRvj1AQDwIQos10V7b9dw05977rlLLrlk8ODBUt+sXLnyww8/jPAT7WcbYbTbt28fN27csGHDrr322tdff93B/AAA0PdQYAEAADiMAgsAAMBhFFgAAAAOo8ACAABwGAUWAACAwyiwAAAAHEaBBQAA4DAKLAAAAIdRYAEAADiMAgsAAMBhFFgAAAAOo8ACAABwGAUWAACAwyiwAAAAHEaBBQAA4DAKLAAAAIdRYAEAADiMAgsAAMBhFFgAAAAOo8ACAABwGAUWAACAwyiwAAAAHEaBBQAA4DAKLAAAAIdRYAEAADiMAgsAAMBh/w9aF3seMLaD7wAAAABJRU5ErkJggg==)
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